Math Physics Study Skills
Math often
causes anxiety and frustration however with good study skills almost
all have the ability to succeed. Math is like a
language and must be practiced regularly. Following are some some specific study skills that
can help you to succeed.
Always study the easiest thing you don't
know. Often students get
ahead of themselves in math. This is where things can really
fall apart. If you are studying subject matter at a higher level
then your ability then the learning becomes very inefficient.
In other words once your behind you start getting in trouble in
math. To remedy this make sure you start to spiral back and
review. It's difficult becuase you want to do tomorrows
problem set not study last years material again. I can offer
an example I learned Calculus in college but when I became a teacher
my math skills improved as a result of teaching Algebra.
Perhaps had I reviewed sooner I could have done even better in
college.
Always search for the simplest example. Often
texts or teachers may not give the simplest example first. If
the examples are too hard make up your own. Write it down if
that helps.
Read slowly. Often learners try to read too
fast or understand too fast. Math is understood slowly at
first. Read slowly and make sure you follow the meaning of
each sentence.
Listen at keypoints. When I was a student I
daydreamed most of the time. I could get by on tests by
deducing answers and usually earned a B in most high school
courses. As I teacher I notice that successful students pay
attention. They have the ability to pay attentioni especially
at key points. If you have trouble listening then try to at
least pay attention to key ideas. This is crucial.
Usually in a math lesson on a given day there are only a few new key
ideas. If you miss those ideas and forgot yesterdays guess
what: Your going to be lost!
Look for both symbolic process and meaning. I
am the type that looks for meaning. I notice that some of the
best Algebra students follow the symbolic process. They
memorize what to do in a given situation! Try to use
both. Try to understand the meaning but also practice until
you know the procedures. If you understand and know the
procedures your in a win win situation: If you can't figure it
out you can remember how to proceed and if you can't remember how to
proceed you can figure it out!
Get the big picture. Don't miss the forest
because you are looking at the moss on the tree bark. Start
with the forest it's general contour and work your way down to the
specifics. Always try to understand the big picture of what
the topic is about.
When reading advanced texts:
Realize it took mathematicians years to come up with the
proof you are expected to read. I think math
books at the higher level just are not written with learning in
mind. You could spend years struggling with proofs.
Try to get the big picture of the text. First skim the
text. Then read it more closely trying to get the theorems and
definitions. Then try to visualize what is going on.
Finally when you have all that down you can try for the
proofs. Refer to the above rules: Make simple examples
and get the big picture.
Expand your resources. If you don't like your
teacher and he is too incompetent to follow a decent text then find
one. There are lots of books available for free on the
internet.
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